Prime p₀= 48333066477065423 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 14 12 18 4 48 2 12 4 24 8 24 4 12 2 48 4 18 12 14 (?)
a_n: 0 14 26 44 48 96 98 110 114 138 146 170 174 186 188 236 240 258 270 284
All 20 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 284
derived by truncating larger tuple
Found by: ChelseaOilman
db: batch=65, k=20, 14 12 18 4 48 2 12 4 24 8

SPT(14)	48333008699918953	0 6 28 84 96 106 114 160 168 178 190 246 268 274	-57777146470
TPT(12)	48333013198509029	0 2 42 44 48 50 102 104 168 170 180 182	-53278556394
SPT(14)	48333022336311373	0 34 66 100 136 156 190 204 238 258 294 328 360 394	-44140754050
TPT(12)	48333028388199437	0 2 42 44 54 56 114 116 120 122 264 266	-38088865986
SPT(14)	48333031695125393	0 38 138 164 168 194 198 206 210 236 240 266 366 404	-34781940030
SPT(22)	48333066477065411	0 12 26 38 56 60 108 110 122 126 150 158 182 186 198 200 248 252 270 282 296 308	-12
TPT(12)	48333068099749721	0 2 30 32 66 68 96 98 210 212 288 290	1622684298
TPT(12)	48333074232479087	0 2 72 74 84 86 102 104 174 176 204 206	7755413664
TPT(12)	48333078408105059	0 2 60 62 132 134 240 242 252 254 288 290	11931039636
SPT(14)	48333078712051621	0 28 70 102 112 126 148 210 232 246 256 288 330 358	12234986198
SPT(14)	48333078790920041	0 2 30 42 66 156 198 200 242 332 356 368 396 398	12313854618
SPT(14)	48333080893862417	0 2 20 24 30 80 90 164 174 224 230 234 252 254	14416796994